let R be a ring and aeR (a an element of R). Assume that a#0 (a is not zero) and a...

maurice

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...is not a zero divisor. Prov? let R be a ring and aeR (a an element of R). Assume that a#0 (a is not zero) and a is not a zero divisor. Prove that whenever ab=ac in R, then b=c
 
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